Table 2: Open in new tab Estimated RFV... | Oxford Academic

Table 2:

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Estimated RFV parameters (above dashed line) and resulting estimated frailty distribution parameters (below dashed line) for non-stratified hazard, stratified RE model. Parentheses below point estimates show 95%-CIs.

	Male	Female
${\hat{α}}_{sex}$	$\underset{(- 0.809; - 0.196)}{- 0.502}$	$\underset{(- 5.008; - 0.757)}{- 2.882}$
${\hat{γ}}_{sex}$	$\underset{(66.629; 104.509)}{83.447}$	$\underset{(60.167; 137.621)}{90.996}$
${\hat{ψ}}_{sex}$	$\underset{(0.243; 1.038)}{0.502}$	$\underset{(0.336; 2.66)}{0.946}$
${\hat{ν}}_{sex}$	$\underset{(0.009; 0.016)}{0.012}$	$\underset{(0.006; 0.018)}{0.011}$
${\hat{π}}_{sex}$	$\underset{(0.002; 0.015)}{0.006}$	$\underset{(0.009; 0.11)}{0.031}$

	Male	Female
${\hat{α}}_{sex}$	$\underset{(- 0.809; - 0.196)}{- 0.502}$	$\underset{(- 5.008; - 0.757)}{- 2.882}$
${\hat{γ}}_{sex}$	$\underset{(66.629; 104.509)}{83.447}$	$\underset{(60.167; 137.621)}{90.996}$
${\hat{ψ}}_{sex}$	$\underset{(0.243; 1.038)}{0.502}$	$\underset{(0.336; 2.66)}{0.946}$
${\hat{ν}}_{sex}$	$\underset{(0.009; 0.016)}{0.012}$	$\underset{(0.006; 0.018)}{0.011}$
${\hat{π}}_{sex}$	$\underset{(0.002; 0.015)}{0.006}$	$\underset{(0.009; 0.11)}{0.031}$

Table 2:

Open in new tab

Estimated RFV parameters (above dashed line) and resulting estimated frailty distribution parameters (below dashed line) for non-stratified hazard, stratified RE model. Parentheses below point estimates show 95%-CIs.

	Male	Female
${\hat{α}}_{sex}$	$\underset{(- 0.809; - 0.196)}{- 0.502}$	$\underset{(- 5.008; - 0.757)}{- 2.882}$
${\hat{γ}}_{sex}$	$\underset{(66.629; 104.509)}{83.447}$	$\underset{(60.167; 137.621)}{90.996}$
${\hat{ψ}}_{sex}$	$\underset{(0.243; 1.038)}{0.502}$	$\underset{(0.336; 2.66)}{0.946}$
${\hat{ν}}_{sex}$	$\underset{(0.009; 0.016)}{0.012}$	$\underset{(0.006; 0.018)}{0.011}$
${\hat{π}}_{sex}$	$\underset{(0.002; 0.015)}{0.006}$	$\underset{(0.009; 0.11)}{0.031}$

	Male	Female
${\hat{α}}_{sex}$	$\underset{(- 0.809; - 0.196)}{- 0.502}$	$\underset{(- 5.008; - 0.757)}{- 2.882}$
${\hat{γ}}_{sex}$	$\underset{(66.629; 104.509)}{83.447}$	$\underset{(60.167; 137.621)}{90.996}$
${\hat{ψ}}_{sex}$	$\underset{(0.243; 1.038)}{0.502}$	$\underset{(0.336; 2.66)}{0.946}$
${\hat{ν}}_{sex}$	$\underset{(0.009; 0.016)}{0.012}$	$\underset{(0.006; 0.018)}{0.011}$
${\hat{π}}_{sex}$	$\underset{(0.002; 0.015)}{0.006}$	$\underset{(0.009; 0.11)}{0.031}$